Kirilaha N. Mathematical model operation of quasistationary and non-stationary temperature fields

The mathematical models of mediums fixed iso-tropic and anisotropics high-temperature fields are explored, in which the interior radiants of heat work. The models are constructed as nonlinear boundary value problems of a thermal conduction. The models with use of nonlocal integrated requirements and re-quirements of an impedance type are also con-structed. The analytical, numerical and numerically - analytical methods are used . The algorithms of a solution of nonlinear integral equations of the Gam-mershten are offered. The difference plans for a so-lution of multivariate nonlinear problems are con-structed. The convergence of the constructed nu-merical algorithms is explored, the relevant theo-rems are proved. In practice they can be used in making the software the automized control systems of processes of heat treatment.